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- W2238292212 abstract "A simple, analytic approximate theory has been developed for calculation of x-ray transport in one-dimensional Cartesian geometry. The form of the theory is particularly suited to numerical computation. Deposition and energy currents can be calculated in times comparable to those required by exponential mass-absorption codes, with accuracies comparing favorably with more sophisticated discrete ordinates or Monte Carlo calculations. Although the theory is presented in terms of x-ray transport, it should be applicable to any transport problem for which (a) scattering is not highly anisotropic, and (b) averaged cross sections may be defined for secondary particles." @default.
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- W2238292212 date "1974-09-01" @default.
- W2238292212 modified "2023-09-25" @default.
- W2238292212 title "Analytic X-Ray Transport Theory for Numerical Computation" @default.
- W2238292212 doi "https://doi.org/10.13182/nse74-a23968" @default.
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